2021
DOI: 10.1093/mnras/stab2320
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Peculiar velocities in the local Universe: comparison of different models and the implications for H0 and dark matter

Abstract: When measuring the value of the Hubble parameter, H0, it is necessary to know the recession velocity free of the effects of peculiar velocities. In this work, we study different models of peculiar velocity in the local Universe. In particular, we compare models based on density reconstruction from galaxy redshift surveys and kernel smoothing of peculiar velocity data. The velocity field from the density reconstruction is obtained using the 2M++ galaxy redshift compilation, which is compared to two adaptive ker… Show more

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Cited by 24 publications
(18 citation statements)
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“…We calculate a posterior distribution for H 0 from the MCMC values of D. For each step in the chain, we draw a value for the peculiar velocity of the host galaxy, v pec , from a Gaussian distribution with a mean of zero and standard deviation of vpec = 600 km s −1 (e.g. Boruah et al 2021) and calculate the Hubble constant as H 0 = (zc + v pec )/D. The addition of a peculiar velocity is required because the measured redshift z is due to some combination of the expansion of the Universe and the host galaxy peculiar velocity.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…We calculate a posterior distribution for H 0 from the MCMC values of D. For each step in the chain, we draw a value for the peculiar velocity of the host galaxy, v pec , from a Gaussian distribution with a mean of zero and standard deviation of vpec = 600 km s −1 (e.g. Boruah et al 2021) and calculate the Hubble constant as H 0 = (zc + v pec )/D. The addition of a peculiar velocity is required because the measured redshift z is due to some combination of the expansion of the Universe and the host galaxy peculiar velocity.…”
Section: Resultsmentioning
confidence: 99%
“…Some studies using a recalibrated distance ladder without Cepheid variables have supported the larger H 0 value (Yuan et al 2019;Huang et al 2020), and others have returned an intermediate value (Freedman et al 2019;Freedman 2021). A similar story applies to constraints from strongly lensed quasars (Birrer et al 2020;Wong et al 2020) and spatially resolved nearby megamaser galaxies (Pesce et al 2020;Boruah, Hudson & Lavaux 2021). Gravitational wave sources with electromagnetic counterparts can provide precise and independent H 0 constraints in the future (Schutz 1986;Nissanke et al 2013;Abbott et al 2017) as long as enough events can be associated with a host galaxy (Feeney et al 2021).…”
mentioning
confidence: 91%
“…First, because peculiar velocities can systematically affect H 0 measurements (Boruah et al 2021;Sedgwick et al 2021), we investigate what changes in the associated uncertainty in the recession velocities have on our determination of H 0 . We find that changing the error to 150 km s −1 instead of 250 km s −1 only changes the value by 0.2% (75.3 +4.0 −3.7 km s −1 Mpc −1 ).…”
Section: Systematic Uncertaintiesmentioning
confidence: 99%
“…In the following, we provide a brief description of the data used in this work. We refer readers to Boruah et al (2020Boruah et al ( , 2021 for more details on the selection and the treatment of outliers, choosing only to highlight some main features of the data sets. • A2 Supernovae: In Boruah et al (2020), we compiled the second amendment (A2) dataset of nearby supernovae from publicly available supernovae from the CfA supernovae sample (Hicken et al 2009), Carnegie Supernovae Project -Data Release 3 (CSP-DR3, Krisciunas et al 2017), the Lick observatory Supernova Survey (LOSS, Ganeshalingam et al 2013) and the Foundation sample (Foley et al 2018;Jones et al 2019) of supernovae.…”
Section: Peculiar Velocity Surveysmentioning
confidence: 99%
“…We introduced a Bayesian model comparison framework in Boruah et al (2021) to compare the performance of different velocity reconstruction models. In this model comparison framework, we look at the Bayes factor between two models, M 1 and M 2 , Bayes factor = P (D|M 1 ) P (D|M 2 ) .…”
Section: Velocity Field Comparisonmentioning
confidence: 99%